In this thesis, we investigate the application of duality-based
goal-oriented adaptive error control to the computation of
shear stresses in biomedical flow problems. As a model problem,
we consider the linear Stokes ...

The aerodynamic effects on a wind turbine blade's tip region are investigated using the Lifting Line Theory (LLT). The LL equation is solved using two different approaches: the Fourier Method (FM) and the Simplification ...

This thesis is an analysis of the mechanical properties of bulk adhesive and the behaviour of adhesively bonded single lap joints at
room temperature and sub-zero temperatures.
The process of making test specimens and ...

In this paper were shown derivation of methods of Roe, Haarten-Lax-Leer and Lax Friedrichs, using of these methods in splitting schemes for shallow water with magnetohydrodynamics. An analysis of behavior of such schemes ...

This thesis has been written about the analytical and semi-analytical formulae as an alternative to ﬁnite element analyses in computing lateral deﬂection, buckling loads and ultimate capacity of steel elastomer sandwich ...

Given today s limited capacity at airports, and the continuous increase in air transportation, the need for new ways to handle airport logistics will soon be needed. The task of managing arriving and departing flights is ...

Muscle ultrasound imaging is a convenient technique to visualize normal and pathological muscle tissue. Studying muscle fascicle pennation angle and fascicle length and their dynamic changes during contraction are important ...

In the recent decade, artificial intelligence and machine learning has become increasingly popular for solving complex real-world problems. In particular problems which was believed to be very hard or in some cases impossible ...

A source-dipole distribution is used to solve a variation of Green's theorem for structures with zero wall thickness. Both non-porous and porous structures are modeled. A linear and quadratic relation is used for the ...

The aim of this thesis is to develop an algorithm for solving the best approximation problem in the L1 - norm with splines. Our study is based on the theory of L1-approximation with polynomials as well as theory that explain ...

The ﬁrst part of this thesis will build up an overview of a small section of the ﬁeld of subdivision, namely binary univariate schemes. Since most of the theory on subdivision is based on a uniform spacing of the initial ...

Stiffened plates are common components in many structures, from plate girders and box girder bridges to ships and offshore structures. Stiffened and unstiffened plates buckle into doubly curved surfaces which complicates ...